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Andrey Nikolayevich Tikhonov

Andrey Tikhonov
Tychonoff.jpg
Born (1906-10-30)30 October 1906
Gzhatsk, Russian Empire
Died October 7, 1993(1993-10-07) (aged 86)
Moscow, Russia
Nationality Russian
Fields Mathematics
Institutions Moscow State University
Alma mater Moscow State University
Doctoral advisor Pavel Alexandrov
Doctoral students Alexander Samarsky
Known for Important contributions to topology, functional analysis, mathematical physics, ill-posed problems; Tychonoff spaces, Tychonoff's theorem, Tikhonov regularization, Tikhonov's theorem (dynamical systems).

Andrey Nikolayevich Tikhonov (Russian: Андре́й Никола́евич Ти́хонов; October 30, 1906 – October 7, 1993) was a Soviet and Russian mathematician and geophysicist known for important contributions to topology, functional analysis, mathematical physics, and ill-posed problems. He was also one of the inventors of the magnetotellurics method in geophysics. Tikhonov's surname is also transliterated as "Tychonoff", because he originally published in German. Other forms of his name include "Tychonov", "Tihonov", "Tichonov."

Born near Smolensk, he studied at the Moscow State University where he received Ph.D. in 1927 under direction of Pavel Sergeevich Alexandrov. In 1933 he was appointed as a professor at Moscow State University. He became a corresponding member of the USSR Academy of Sciences on 29 January 1939 and a full member of the USSR Academy of Sciences on 1 July 1966.

Tikhonov worked in a number of different fields in mathematics. He made important contributions to topology, functional analysis, mathematical physics, and certain classes of ill-posed problems. Tikhonov regularization, one of the most widely used methods to solve ill-posed inverse problems, is named in his honor. He is best known for his work on topology, including the metrization theorem he proved in 1926, and the Tychonoff's theorem, which states that every product of arbitrarily many compact topological spaces is again compact. In his honor, completely regular topological spaces are also named Tychonoff spaces.


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